Week 4 Flashcards
(15 cards)
what is a consumption bundle (basket of goods)
a complete list of quantities for all available goods
describe preferences
- if bundle A is strictly preferred to bundle B, then: A > B
- if bundle A is weakly preferred to bundle B, then: A ≥ B
-if the individual is indifferent between A and B, then: A ~ B
what assumptions do we make about individual preferences
- completeness: for any pair of available consumption bundles, the individual can say they strictly prefer one over another
- transitivity: for any three consumption bundles x,y,z; x>y and y>z implies x>z
- reflexivity: for identical consumption bundles,
there is no strong preference for either of them: X ~ X - non-satiation: more is better than less
describe the utility function
- U(X), assigns to each consumption bundle an index number of happiness (=total utility)
- for any 2 consumption bundles utility function can be used to extract individuals preferences
- ie/ if U(X) > U(Y), individual strictly prefers bundle X to Y
describe ordinal utility
only the ranking of utility levels has a meaning, difference between utility levels is meaningless
- U(A) = 20 and U(B)= 40 does NOT mean that the individual prefers bundle B twice as much as A
describe indifference curves
- L shaped curve
- if neither prefer X to Y nor Y to X, indifferent between X and Y and derive same utility from both bundles U(X) = U(Y)
- all bundles that leads tot he same utility lie on the same indifference curve
- there is one indifference curve for each utility level
- higher utility then lie further outwards from the origin
- curves cannot cross
describe marginal utility
additional utility generated by an additional unit of the good holding the quantities of all other goods constant
describe diminishing marginal utility
as an individual consumes more of some good, the additional utility gained from an additional unit of consumption decreases
describe trade offs
holding utility constant, how much of one good a consumer will give up to get a little more of another good
describe marginal rate of substitution
measures how many units of good 2 the individual is willing to give up for 1 additional unit of good 1, such that utility remains constant
- MRS1,2 = MU1/MU2
describe budget constraints
individuals have money income or a budget to finance consumption; denote this budget by m (assume no savings)
describe budget sets
consists of all bundles satisfying the budget constraint
describe budget line
consists of all bundles that exhaust the consumer’s income
describe optimal consumption bundle
feasible consumption bundle that maximises the consumer’s utility
describe rational spending rule
if consumption bundle (x1,x2) maximises the utility of an individual, given her budget set, then it satisfies the condition
- MU1/MU2 = MRS = P1/P2
- MU1/P1 = MU2/P2